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1.最小与非最小相位系统的概念 如果系统的传递函数在右半S平面上没有极点 和零点,而且不包含滞后环节,则称为最小相 位系统,否则,称为非最小相位系统。 只包含比例、积分、微分、惯性、振荡、一阶 微分和二阶微分环节的系统是最小相位系统。 而包含不稳定环节或滞后环节的系统则是非最 小相位系统
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11. 4. The nucleolus The most prominent substructure within the nucleus during interphase is the nucleolus. 100 years ago, one found a big spherical structure, called nucleolus within the nucleus, but up until 1960s, it was not identified that the nucleolus is a ribosome production factory designed to fulfill the need for large scale transcription and processing
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Biot和 Savart通过设计实验研究电流对磁 极的作用力。 在数学家 Laplace的帮助下,得出B-S定律 (早于安培。 dB=l(xr)与 dl sin成正比,与r2成反比 4元r3 dBldi,构成的平面
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Monetary Measures of Gains-to- Trade You can buy as much rice as you wish at RMB1 per kilogram once you enter the gasoline market. Q: What is the most you would pay to enter the market?
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Chapter 11 Heteroskedasticity 11.1 White's test for heteroskedasticity For a model with het eroskedasticity
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Medical Genetics Any syndrome characterized by malformations or malfunctions in any of the body's systems, and caused by abnormal chromosome number or constitution
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Lecture 15: Stealth' particles Last time Nano- and micro-particle carriers Today Delivery of drugs to tissue from circulation stealth particles theory and function Reading S. Stolnik et al. 'Long circulating microparticulate drug carriers, Adv. Drug. Deliv. Rev 16,195(1995) Delivery of drugs to tissues via systemic circulation
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Hydrogels in drug delivery Control of drug release kinetics by hydrogel structure6, Release from stable hydrogels is controlled by diffusion of solute through the network Diffusion is described by Fick,s second law
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Lecture 3: Degradable Materials with Biological Recognition Last time: Theory of hydrolytic polymer erosion Enzymatic degradation of polymers Designing Biodegradable Macromolecules Today: Biological recognition in vivo Engineering biological recognition of biomaterials: cell adhesion/migration Reading: S.E. Sakiyama-Elbert and J.A. Hubbell, 'Functional Biomaterials: Design of Novel
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主要内容:各种运动形式的q及由q求U,S…的计算公式 一、内容提要 1、微观粒子的运动形式和能级公式
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